{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Chapter 19: Code optimization"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Robert Johansson\n",
    "\n",
    "Source code listings for [Numerical Python - Scientific Computing and Data Science Applications with Numpy, SciPy and Matplotlib](https://www.apress.com/us/book/9781484242452) (ISBN 978-1-484242-45-2)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "collapsed": false,
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "import numba"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "import pyximport"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "import cython"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "import numpy as np"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Numba"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "np.random.seed(0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "data = np.random.randn(50000)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "def py_sum(data):\n",
    "    s = 0\n",
    "    for d in data:\n",
    "        s += d\n",
    "    return s"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "def py_cumsum(data):\n",
    "    out = np.zeros(len(data), dtype=np.float64)\n",
    "    s = 0 \n",
    "    for n in range(len(data)):\n",
    "        s += data[n]\n",
    "        out[n] = s\n",
    "\n",
    "    return out"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "7.25 ms ± 112 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit py_sum(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "assert abs(py_sum(data) - np.sum(data)) < 1e-10"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "27.4 µs ± 523 ns per loop (mean ± std. dev. of 7 runs, 10000 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit np.sum(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "13.8 ms ± 512 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit py_cumsum(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "assert np.allclose(np.cumsum(data), py_cumsum(data))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "150 µs ± 455 ns per loop (mean ± std. dev. of 7 runs, 10000 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit np.cumsum(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "@numba.jit\n",
    "def jit_sum(data):\n",
    "    s = 0 \n",
    "    for d in data:\n",
    "        s += d\n",
    "\n",
    "    return s"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "assert abs(jit_sum(data) - np.sum(data)) < 1e-10"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "47 µs ± 394 ns per loop (mean ± std. dev. of 7 runs, 10000 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit jit_sum(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "jit_cumsum = numba.jit()(py_cumsum)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "assert np.allclose(np.cumsum(data), jit_cumsum(data))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "64.6 µs ± 499 ns per loop (mean ± std. dev. of 7 runs, 10000 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit jit_cumsum(data)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Julia fractal"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "def py_julia_fractal(z_re, z_im, j):\n",
    "    for m in range(len(z_re)):\n",
    "        for n in range(len(z_im)):\n",
    "            z = z_re[m] + 1j * z_im[n]\n",
    "            for t in range(256):\n",
    "                z = z ** 2 - 0.05 + 0.68j\n",
    "                if np.abs(z) > 2.0:\n",
    "                #if (z.real * z.real + z.imag * z.imag) > 4.0:  # a bit faster\n",
    "                    j[m, n] = t\n",
    "                    break"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "jit_julia_fractal = numba.jit(nopython=True)(py_julia_fractal)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "N = 1024\n",
    "j = np.zeros((N, N), np.int64)\n",
    "z_real = np.linspace(-1.5, 1.5, N)\n",
    "z_imag = np.linspace(-1.5, 1.5, N)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "jit_julia_fractal(z_real, z_imag, j)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {
    "collapsed": false,
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1008x1008 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(14, 14))\n",
    "ax.imshow(j, cmap=plt.cm.RdBu_r,\n",
    "          extent=[-1.5, 1.5, -1.5, 1.5])\n",
    "ax.set_xlabel(\"$\\mathrm{Re}(z)$\", fontsize=18)\n",
    "ax.set_ylabel(\"$\\mathrm{Im}(z)$\", fontsize=18)\n",
    "fig.tight_layout()\n",
    "fig.savefig(\"ch19-numba-julia-fractal.pdf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1min 47s ± 20.8 s per loop (mean ± std. dev. of 7 runs, 1 loop each)\n"
     ]
    }
   ],
   "source": [
    "%timeit py_julia_fractal(z_real, z_imag, j)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "145 ms ± 6.49 ms per loop (mean ± std. dev. of 7 runs, 10 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit jit_julia_fractal(z_real, z_imag, j)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Vectorize"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "def py_Heaviside(x):\n",
    "    if x == 0.0:\n",
    "        return 0.5\n",
    "    \n",
    "    if x < 0.0:\n",
    "        return 0.0\n",
    "    else:\n",
    "        return 1.0"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "x = np.linspace(-2, 2, 50001)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "18.6 ms ± 261 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit [py_Heaviside(xx) for xx in x]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "np_vec_Heaviside = np.vectorize(py_Heaviside)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([0., 0., 0., ..., 1., 1., 1.])"
      ]
     },
     "execution_count": 33,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "np_vec_Heaviside(x)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "9.45 ms ± 84.2 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit np_vec_Heaviside(x)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "def np_Heaviside(x):\n",
    "    return (x > 0.0) + (x == 0.0)/2.0"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "206 µs ± 3.51 µs per loop (mean ± std. dev. of 7 runs, 1000 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit np_Heaviside(x)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "@numba.vectorize([numba.float32(numba.float32),\n",
    "                  numba.float64(numba.float64)])\n",
    "def jit_Heaviside(x):\n",
    "    if x == 0.0:\n",
    "        return 0.5\n",
    "    \n",
    "    if x < 0:\n",
    "        return 0.0\n",
    "    else:\n",
    "        return 1.0"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "34.7 µs ± 662 ns per loop (mean ± std. dev. of 7 runs, 10000 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit jit_Heaviside(x)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([0. , 0. , 0.5, 1. , 1. ])"
      ]
     },
     "execution_count": 39,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "jit_Heaviside([-1, -0.5, 0.0, 0.5, 1.0])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Cython"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "!rm cy_sum.*"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Writing cy_sum.pyx\n"
     ]
    }
   ],
   "source": [
    "%%writefile cy_sum.pyx\n",
    "\n",
    "def cy_sum(data):\n",
    "    s = 0.0\n",
    "    for d in data:\n",
    "        s += d\n",
    "    return s"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "/Users/rob/miniconda3/lib/python3.7/site-packages/Cython/Compiler/Main.py:367: FutureWarning: Cython directive 'language_level' not set, using 2 for now (Py2). This will change in a later release! File: /Users/rob/Desktop/numerical-python-apress-revision/numerical-python-book-code/cy_sum.pyx\n",
      "  tree = Parsing.p_module(s, pxd, full_module_name)\n"
     ]
    }
   ],
   "source": [
    "!cython cy_sum.pyx"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {
    "collapsed": false,
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "    2647    9105  103591 cy_sum.c\n"
     ]
    }
   ],
   "source": [
    "# 5 lines of python code -> 1470 lines of C code ...\n",
    "!wc cy_sum.c"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 59,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Overwriting setup.py\n"
     ]
    }
   ],
   "source": [
    "%%writefile setup.py\n",
    "\n",
    "from distutils.core import setup\n",
    "from Cython.Build import cythonize\n",
    "\n",
    "import numpy as np\n",
    "setup(ext_modules=cythonize('cy_sum.pyx'),\n",
    "      include_dirs=[np.get_include()],\n",
    "      requires=['Cython', 'numpy'] )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 73,
   "metadata": {
    "collapsed": false,
    "scrolled": false
   },
   "outputs": [],
   "source": [
    "!/Users/rob/miniconda3/envs/py3.6/bin/python setup.py build_ext --inplace > /dev/null"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 74,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "from cy_sum import cy_sum"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 75,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "-189.70046227549025"
      ]
     },
     "execution_count": 75,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cy_sum(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 76,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "5.14 ms ± 43 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit cy_sum(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 77,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "7 ms ± 85.9 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit py_sum(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 78,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Overwriting cy_cumsum.pyx\n"
     ]
    }
   ],
   "source": [
    "%%writefile cy_cumsum.pyx\n",
    "\n",
    "cimport numpy\n",
    "import numpy\n",
    "\n",
    "def cy_cumsum(data):\n",
    "    out = numpy.zeros_like(data)\n",
    "    s = 0 \n",
    "    for n in range(len(data)):\n",
    "        s += data[n]\n",
    "        out[n] = s\n",
    "\n",
    "    return out"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 79,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "pyximport.install(setup_args={'include_dirs': np.get_include()});"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 80,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "pyximport.install(setup_args=dict(include_dirs=np.get_include()));"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 81,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "from cy_cumsum import cy_cumsum"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 82,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "5.96 ms ± 27.7 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit cy_cumsum(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 83,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "13.3 ms ± 207 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit py_cumsum(data)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Using IPython cython command"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 84,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "%load_ext cython"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 85,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
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       "<head>\n",
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       "    <style type=\"text/css\">\n",
       "    \n",
       "body.cython { font-family: courier; font-size: 12; }\n",
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       ".cython.tag  {  }\n",
       ".cython.line { margin: 0em }\n",
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       "<pre class='cython code score-2 '>  <span class='pyx_macro_api'>__Pyx_XDECREF</span>(__pyx_r);\n",
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     "execution_count": 85,
     "metadata": {},
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    "%%cython -a\n",
    "def cy_sum(data):\n",
    "    s = 0.0\n",
    "    for d in data:\n",
    "        s += d\n",
    "    return s"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 86,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "5.2 ms ± 63.4 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit cy_sum(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 87,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "7.25 ms ± 128 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit py_sum(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 88,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "assert np.allclose(np.sum(data), cy_sum(data))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 89,
   "metadata": {
    "collapsed": false
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    "%%cython -a\n",
    "cimport numpy\n",
    "cimport cython\n",
    "\n",
    "@cython.boundscheck(False)\n",
    "@cython.wraparound(False)\n",
    "def cy_sum(numpy.ndarray[numpy.float64_t, ndim=1] data):\n",
    "    cdef numpy.float64_t s = 0.0\n",
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    "        s += data[n]\n",
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   "cell_type": "code",
   "execution_count": 90,
   "metadata": {
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   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "48.6 µs ± 1.04 µs per loop (mean ± std. dev. of 7 runs, 10000 loops each)\n"
     ]
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   "source": [
    "%timeit cy_sum(data)"
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   "cell_type": "code",
   "execution_count": 91,
   "metadata": {
    "collapsed": false
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   "outputs": [
    {
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     "text": [
      "47.6 µs ± 722 ns per loop (mean ± std. dev. of 7 runs, 10000 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit jit_sum(data)"
   ]
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  {
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   "execution_count": 92,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "27.5 µs ± 888 ns per loop (mean ± std. dev. of 7 runs, 10000 loops each)\n"
     ]
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   ],
   "source": [
    "%timeit np.sum(data)"
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   "source": [
    "## Cummulative sum"
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       "<pre class=\"cython line score-0\">&#xA0;<span class=\"\">07</span>: <span class=\"nd\">@cython</span><span class=\"o\">.</span><span class=\"n\">boundscheck</span><span class=\"p\">(</span><span class=\"bp\">False</span><span class=\"p\">)</span></pre>\n",
       "<pre class=\"cython line score-0\">&#xA0;<span class=\"\">08</span>: <span class=\"nd\">@cython</span><span class=\"o\">.</span><span class=\"n\">wraparound</span><span class=\"p\">(</span><span class=\"bp\">False</span><span class=\"p\">)</span></pre>\n",
       "<pre class=\"cython line score-34\" onclick=\"(function(s){s.display=s.display==='block'?'none':'block'})(this.nextElementSibling.style)\">+<span class=\"\">09</span>: <span class=\"k\">def</span> <span class=\"nf\">cy_cumsum</span><span class=\"p\">(</span><span class=\"n\">numpy</span><span class=\"o\">.</span><span class=\"n\">ndarray</span><span class=\"p\">[</span><span class=\"n\">FTYPE_t</span><span class=\"p\">,</span> <span class=\"n\">ndim</span><span class=\"o\">=</span><span class=\"mf\">1</span><span class=\"p\">]</span> <span class=\"n\">data</span><span class=\"p\">):</span></pre>\n",
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       "<pre class='cython code score-10 '>  __pyx_t_1 = <span class='pyx_c_api'>__Pyx_PyObject_GetAttrStr</span>(((PyObject *)__pyx_v_data), __pyx_n_s_size);<span class='error_goto'> if (unlikely(!__pyx_t_1)) __PYX_ERR(0, 10, __pyx_L1_error)</span>\n",
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       "<pre class='cython code score-33 '>  <span class='pyx_c_api'>__Pyx_GetModuleGlobalName</span>(__pyx_t_1, __pyx_n_s_numpy);<span class='error_goto'> if (unlikely(!__pyx_t_1)) __PYX_ERR(0, 11, __pyx_L1_error)</span>\n",
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       "</pre><pre class=\"cython line score-0\" onclick=\"(function(s){s.display=s.display==='block'?'none':'block'})(this.nextElementSibling.style)\">+<span class=\"\">12</span>:     <span class=\"k\">cdef</span> <span class=\"kt\">numpy</span>.<span class=\"kt\">float64_t</span> <span class=\"nf\">s</span> <span class=\"o\">=</span> <span class=\"mf\">0.0</span></pre>\n",
       "<pre class='cython code score-0 '>  __pyx_v_s = 0.0;\n",
       "</pre><pre class=\"cython line score-0\" onclick=\"(function(s){s.display=s.display==='block'?'none':'block'})(this.nextElementSibling.style)\">+<span class=\"\">13</span>:     <span class=\"k\">for</span> <span class=\"n\">n</span> <span class=\"ow\">in</span> <span class=\"nb\">range</span><span class=\"p\">(</span><span class=\"n\">N</span><span class=\"p\">):</span></pre>\n",
       "<pre class='cython code score-0 '>  __pyx_t_2 = __pyx_v_N;\n",
       "  __pyx_t_7 = __pyx_t_2;\n",
       "  for (__pyx_t_8 = 0; __pyx_t_8 &lt; __pyx_t_7; __pyx_t_8+=1) {\n",
       "    __pyx_v_n = __pyx_t_8;\n",
       "</pre><pre class=\"cython line score-0\" onclick=\"(function(s){s.display=s.display==='block'?'none':'block'})(this.nextElementSibling.style)\">+<span class=\"\">14</span>:         <span class=\"n\">s</span> <span class=\"o\">+=</span> <span class=\"n\">data</span><span class=\"p\">[</span><span class=\"n\">n</span><span class=\"p\">]</span></pre>\n",
       "<pre class='cython code score-0 '>    __pyx_t_9 = __pyx_v_n;\n",
       "    __pyx_v_s = (__pyx_v_s + (*__Pyx_BufPtrStrided1d(__pyx_t_46_cython_magic_11b25028d61ca29697d68d22b6117b41_FTYPE_t *, __pyx_pybuffernd_data.rcbuffer-&gt;pybuffer.buf, __pyx_t_9, __pyx_pybuffernd_data.diminfo[0].strides)));\n",
       "</pre><pre class=\"cython line score-0\" onclick=\"(function(s){s.display=s.display==='block'?'none':'block'})(this.nextElementSibling.style)\">+<span class=\"\">15</span>:         <span class=\"n\">out</span><span class=\"p\">[</span><span class=\"n\">n</span><span class=\"p\">]</span> <span class=\"o\">=</span> <span class=\"n\">s</span></pre>\n",
       "<pre class='cython code score-0 '>    __pyx_t_10 = __pyx_v_n;\n",
       "    *__Pyx_BufPtrStrided1d(__pyx_t_46_cython_magic_11b25028d61ca29697d68d22b6117b41_FTYPE_t *, __pyx_pybuffernd_out.rcbuffer-&gt;pybuffer.buf, __pyx_t_10, __pyx_pybuffernd_out.diminfo[0].strides) = __pyx_v_s;\n",
       "  }\n",
       "</pre><pre class=\"cython line score-2\" onclick=\"(function(s){s.display=s.display==='block'?'none':'block'})(this.nextElementSibling.style)\">+<span class=\"\">16</span>:     <span class=\"k\">return</span> <span class=\"n\">out</span></pre>\n",
       "<pre class='cython code score-2 '>  <span class='pyx_macro_api'>__Pyx_XDECREF</span>(__pyx_r);\n",
       "  <span class='pyx_macro_api'>__Pyx_INCREF</span>(((PyObject *)__pyx_v_out));\n",
       "  __pyx_r = ((PyObject *)__pyx_v_out);\n",
       "  goto __pyx_L0;\n",
       "</pre></div></body></html>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 93,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "%%cython -a\n",
    "cimport numpy\n",
    "import numpy\n",
    "cimport cython\n",
    "\n",
    "ctypedef numpy.float64_t FTYPE_t\n",
    "\n",
    "@cython.boundscheck(False)\n",
    "@cython.wraparound(False)\n",
    "def cy_cumsum(numpy.ndarray[FTYPE_t, ndim=1] data):\n",
    "    cdef int n, N = data.size\n",
    "    cdef numpy.ndarray[FTYPE_t, ndim=1] out = numpy.zeros(N, dtype=data.dtype)\n",
    "    cdef numpy.float64_t s = 0.0\n",
    "    for n in range(N):\n",
    "        s += data[n]\n",
    "        out[n] = s\n",
    "    return out"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 94,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "13.8 ms ± 163 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit py_cumsum(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 95,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "70.2 µs ± 897 ns per loop (mean ± std. dev. of 7 runs, 10000 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit cy_cumsum(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 96,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "64.9 µs ± 404 ns per loop (mean ± std. dev. of 7 runs, 10000 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit jit_cumsum(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 97,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "151 µs ± 728 ns per loop (mean ± std. dev. of 7 runs, 10000 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit np.cumsum(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 98,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "assert np.allclose(cy_cumsum(data), np.cumsum(data))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Fused types"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 99,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "15.0"
      ]
     },
     "execution_count": 99,
     "metadata": {},
     "output_type": "execute_result"
    }
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   "source": [
    "py_sum([1.0, 2.0, 3.0, 4.0, 5.0])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 100,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "15"
      ]
     },
     "execution_count": 100,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "py_sum([1, 2, 3, 4, 5])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 101,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "15.0"
      ]
     },
     "execution_count": 101,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cy_sum(np.array([1.0, 2.0, 3.0, 4.0, 5.0]))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 104,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "ename": "ValueError",
     "evalue": "Buffer dtype mismatch, expected 'float64_t' but got 'long'",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mValueError\u001b[0m                                Traceback (most recent call last)",
      "\u001b[0;32m<ipython-input-104-482d97a8aad4>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mcy_sum\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0marray\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m2\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m3\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m4\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m5\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
      "\u001b[0;32m_cython_magic_ca1303e3f76e8cc692e7b9140687359d.pyx\u001b[0m in \u001b[0;36m_cython_magic_ca1303e3f76e8cc692e7b9140687359d.cy_sum\u001b[0;34m()\u001b[0m\n",
      "\u001b[0;31mValueError\u001b[0m: Buffer dtype mismatch, expected 'float64_t' but got 'long'"
     ]
    }
   ],
   "source": [
    "cy_sum(np.array([1, 2, 3, 4, 5]))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 105,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
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       "<pre class='cython code score-8 '>  __pyx_t_3 = <span class='pyx_c_api'>__Pyx_PyDict_NewPresized</span>(0);<span class='error_goto'> if (unlikely(!__pyx_t_3)) __PYX_ERR(0, 1, __pyx_L1_error)</span>\n",
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       "<pre class=\"cython line score-0\">&#xA0;<span class=\"\">04</span>: <span class=\"k\">ctypedef</span> <span class=\"k\">fused</span> <span class=\"n\">I_OR_F_t</span><span class=\"p\">:</span></pre>\n",
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       "<pre class=\"cython line score-349\" onclick=\"(function(s){s.display=s.display==='block'?'none':'block'})(this.nextElementSibling.style)\">+<span class=\"\">10</span>: <span class=\"k\">def</span> <span class=\"nf\">cy_fused_sum</span><span class=\"p\">(</span><span class=\"n\">numpy</span><span class=\"o\">.</span><span class=\"n\">ndarray</span><span class=\"p\">[</span><span class=\"n\">I_OR_F_t</span><span class=\"p\">,</span> <span class=\"n\">ndim</span><span class=\"o\">=</span><span class=\"mf\">1</span><span class=\"p\">]</span> <span class=\"n\">data</span><span class=\"p\">):</span></pre>\n",
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       "static PyObject *__pyx_pw_46_cython_magic_b4146ff13fa5f55c0c7eec9d2783ecb6_1cy_fused_sum(PyObject *__pyx_self, PyObject *__pyx_args, PyObject *__pyx_kwds) {\n",
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    "%%cython -a\n",
    "cimport numpy\n",
    "cimport cython\n",
    "\n",
    "ctypedef fused I_OR_F_t:\n",
    "    numpy.int64_t \n",
    "    numpy.float64_t \n",
    "\n",
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   "source": [
    "## Julia fractal"
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   "execution_count": 108,
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       "<pre class='cython code score-4 '>  __pyx_r = ((<span class='pyx_macro_api'>__Pyx_CREAL</span>(__pyx_v_z) * <span class='pyx_macro_api'>__Pyx_CREAL</span>(__pyx_v_z)) + (<span class='pyx_macro_api'>__Pyx_CIMAG</span>(__pyx_v_z) * <span class='pyx_macro_api'>__Pyx_CIMAG</span>(__pyx_v_z)));\n",
       "  goto __pyx_L0;\n",
       "</pre><pre class=\"cython line score-0\">&#xA0;<span class=\"\">09</span>: </pre>\n",
       "<pre class=\"cython line score-0\">&#xA0;<span class=\"\">10</span>: <span class=\"nd\">@cython</span><span class=\"o\">.</span><span class=\"n\">boundscheck</span><span class=\"p\">(</span><span class=\"bp\">False</span><span class=\"p\">)</span></pre>\n",
       "<pre class=\"cython line score-0\">&#xA0;<span class=\"\">11</span>: <span class=\"nd\">@cython</span><span class=\"o\">.</span><span class=\"n\">wraparound</span><span class=\"p\">(</span><span class=\"bp\">False</span><span class=\"p\">)</span></pre>\n",
       "<pre class=\"cython line score-73\" onclick=\"(function(s){s.display=s.display==='block'?'none':'block'})(this.nextElementSibling.style)\">+<span class=\"\">12</span>: <span class=\"k\">def</span> <span class=\"nf\">cy_julia_fractal</span><span class=\"p\">(</span><span class=\"n\">numpy</span><span class=\"o\">.</span><span class=\"n\">ndarray</span><span class=\"p\">[</span><span class=\"n\">FTYPE_t</span><span class=\"p\">,</span> <span class=\"n\">ndim</span><span class=\"o\">=</span><span class=\"mf\">1</span><span class=\"p\">]</span> <span class=\"n\">z_re</span><span class=\"p\">,</span></pre>\n",
       "<pre class='cython code score-73 '>/* Python wrapper */\n",
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       "static PyMethodDef __pyx_mdef_46_cython_magic_2d6248e2a8b34a7fee22dd6092c7b4a6_3cy_julia_fractal = {\"cy_julia_fractal\", (PyCFunction)(void*)(PyCFunctionWithKeywords)__pyx_pw_46_cython_magic_2d6248e2a8b34a7fee22dd6092c7b4a6_3cy_julia_fractal, METH_VARARGS|METH_KEYWORDS, 0};\n",
       "static PyObject *__pyx_pw_46_cython_magic_2d6248e2a8b34a7fee22dd6092c7b4a6_3cy_julia_fractal(PyObject *__pyx_self, PyObject *__pyx_args, PyObject *__pyx_kwds) {\n",
       "  PyArrayObject *__pyx_v_z_re = 0;\n",
       "  PyArrayObject *__pyx_v_z_im = 0;\n",
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       "        CYTHON_FALLTHROUGH;\n",
       "        case  0: break;\n",
       "        default: goto __pyx_L5_argtuple_error;\n",
       "      }\n",
       "      kw_args = <span class='py_c_api'>PyDict_Size</span>(__pyx_kwds);\n",
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       "        case  1:\n",
       "        if (likely((values[1] = <span class='pyx_c_api'>__Pyx_PyDict_GetItemStr</span>(__pyx_kwds, __pyx_n_s_z_im)) != 0)) kw_args--;\n",
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       "\n",
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       "    <span class='pyx_c_api'>__Pyx_SafeReleaseBuffer</span>(&amp;__pyx_pybuffernd_z_re.rcbuffer-&gt;pybuffer);\n",
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       "</pre><pre class=\"cython line score-0\">&#xA0;<span class=\"\">13</span>:                      <span class=\"n\">numpy</span><span class=\"o\">.</span><span class=\"n\">ndarray</span><span class=\"p\">[</span><span class=\"n\">FTYPE_t</span><span class=\"p\">,</span> <span class=\"n\">ndim</span><span class=\"o\">=</span><span class=\"mf\">1</span><span class=\"p\">]</span> <span class=\"n\">z_im</span><span class=\"p\">,</span></pre>\n",
       "<pre class=\"cython line score-0\">&#xA0;<span class=\"\">14</span>:                      <span class=\"n\">numpy</span><span class=\"o\">.</span><span class=\"n\">ndarray</span><span class=\"p\">[</span><span class=\"n\">ITYPE_t</span><span class=\"p\">,</span> <span class=\"n\">ndim</span><span class=\"o\">=</span><span class=\"mf\">2</span><span class=\"p\">]</span> <span class=\"n\">j</span><span class=\"p\">):</span></pre>\n",
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       "<pre class='cython code score-20 '>  __pyx_t_1 = <span class='pyx_c_api'>__Pyx_PyObject_GetAttrStr</span>(((PyObject *)__pyx_v_z_re), __pyx_n_s_size);<span class='error_goto'> if (unlikely(!__pyx_t_1)) __PYX_ERR(0, 15, __pyx_L1_error)</span>\n",
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       "  __pyx_v_N = __pyx_t_2;\n",
       "</pre><pre class=\"cython line score-0\">&#xA0;<span class=\"\">16</span>:     <span class=\"k\">cdef</span> <span class=\"kt\">double</span> <span class=\"kt\">complex</span> <span class=\"nf\">z</span></pre>\n",
       "<pre class=\"cython line score-0\" onclick=\"(function(s){s.display=s.display==='block'?'none':'block'})(this.nextElementSibling.style)\">+<span class=\"\">17</span>:     <span class=\"k\">for</span> <span class=\"n\">m</span> <span class=\"ow\">in</span> <span class=\"nb\">range</span><span class=\"p\">(</span><span class=\"n\">M</span><span class=\"p\">):</span></pre>\n",
       "<pre class='cython code score-0 '>  __pyx_t_2 = __pyx_v_M;\n",
       "  __pyx_t_3 = __pyx_t_2;\n",
       "  for (__pyx_t_4 = 0; __pyx_t_4 &lt; __pyx_t_3; __pyx_t_4+=1) {\n",
       "    __pyx_v_m = __pyx_t_4;\n",
       "</pre><pre class=\"cython line score-0\" onclick=\"(function(s){s.display=s.display==='block'?'none':'block'})(this.nextElementSibling.style)\">+<span class=\"\">18</span>:         <span class=\"k\">for</span> <span class=\"n\">n</span> <span class=\"ow\">in</span> <span class=\"nb\">range</span><span class=\"p\">(</span><span class=\"n\">N</span><span class=\"p\">):</span></pre>\n",
       "<pre class='cython code score-0 '>    __pyx_t_5 = __pyx_v_N;\n",
       "    __pyx_t_6 = __pyx_t_5;\n",
       "    for (__pyx_t_7 = 0; __pyx_t_7 &lt; __pyx_t_6; __pyx_t_7+=1) {\n",
       "      __pyx_v_n = __pyx_t_7;\n",
       "</pre><pre class=\"cython line score-4\" onclick=\"(function(s){s.display=s.display==='block'?'none':'block'})(this.nextElementSibling.style)\">+<span class=\"\">19</span>:             <span class=\"n\">z</span> <span class=\"o\">=</span> <span class=\"n\">z_re</span><span class=\"p\">[</span><span class=\"n\">m</span><span class=\"p\">]</span> <span class=\"o\">+</span> <span class=\"mf\">1.0</span><span class=\"n\">j</span> <span class=\"o\">*</span> <span class=\"n\">z_im</span><span class=\"p\">[</span><span class=\"n\">n</span><span class=\"p\">]</span></pre>\n",
       "<pre class='cython code score-4 '>      __pyx_t_8 = __pyx_v_m;\n",
       "      __pyx_t_9 = __pyx_t_double_complex_from_parts(0, 1.0);\n",
       "      __pyx_t_10 = __pyx_v_n;\n",
       "      __pyx_t_11 = __Pyx_c_sum_npy_float64(__pyx_t_npy_float64_complex_from_parts((*__Pyx_BufPtrStrided1d(__pyx_t_46_cython_magic_2d6248e2a8b34a7fee22dd6092c7b4a6_FTYPE_t *, __pyx_pybuffernd_z_re.rcbuffer-&gt;pybuffer.buf, __pyx_t_8, __pyx_pybuffernd_z_re.diminfo[0].strides)), 0), __Pyx_c_prod_npy_float64(__pyx_t_npy_float64_complex_from_parts(<span class='pyx_macro_api'>__Pyx_CREAL</span>(__pyx_t_9), <span class='pyx_macro_api'>__Pyx_CIMAG</span>(__pyx_t_9)), __pyx_t_npy_float64_complex_from_parts((*__Pyx_BufPtrStrided1d(__pyx_t_46_cython_magic_2d6248e2a8b34a7fee22dd6092c7b4a6_FTYPE_t *, __pyx_pybuffernd_z_im.rcbuffer-&gt;pybuffer.buf, __pyx_t_10, __pyx_pybuffernd_z_im.diminfo[0].strides)), 0)));\n",
       "      __pyx_v_z = __pyx_t_double_complex_from_parts(<span class='pyx_macro_api'>__Pyx_CREAL</span>(__pyx_t_11), <span class='pyx_macro_api'>__Pyx_CIMAG</span>(__pyx_t_11));\n",
       "</pre><pre class=\"cython line score-0\" onclick=\"(function(s){s.display=s.display==='block'?'none':'block'})(this.nextElementSibling.style)\">+<span class=\"\">20</span>:             <span class=\"k\">for</span> <span class=\"n\">t</span> <span class=\"ow\">in</span> <span class=\"nb\">range</span><span class=\"p\">(</span><span class=\"mf\">256</span><span class=\"p\">):</span></pre>\n",
       "<pre class='cython code score-0 '>      for (__pyx_t_12 = 0; __pyx_t_12 &lt; 0x100; __pyx_t_12+=1) {\n",
       "        __pyx_v_t = __pyx_t_12;\n",
       "</pre><pre class=\"cython line score-0\" onclick=\"(function(s){s.display=s.display==='block'?'none':'block'})(this.nextElementSibling.style)\">+<span class=\"\">21</span>:                 <span class=\"n\">z</span> <span class=\"o\">=</span> <span class=\"n\">z</span> <span class=\"o\">**</span> <span class=\"mf\">2</span> <span class=\"o\">-</span> <span class=\"mf\">0.05</span> <span class=\"o\">+</span> <span class=\"mf\">0.68</span><span class=\"n\">j</span></pre>\n",
       "<pre class='cython code score-0 '>        __pyx_v_z = __Pyx_c_sum_double(__Pyx_c_diff_double(__Pyx_c_pow_double(__pyx_v_z, __pyx_t_double_complex_from_parts(2, 0)), __pyx_t_double_complex_from_parts(0.05, 0)), __pyx_t_double_complex_from_parts(0, 0.68));\n",
       "</pre><pre class=\"cython line score-0\" onclick=\"(function(s){s.display=s.display==='block'?'none':'block'})(this.nextElementSibling.style)\">+<span class=\"\">22</span>:                 <span class=\"k\">if</span> <span class=\"n\">abs2</span><span class=\"p\">(</span><span class=\"n\">z</span><span class=\"p\">)</span> <span class=\"o\">&gt;</span> <span class=\"mf\">4.0</span><span class=\"p\">:</span></pre>\n",
       "<pre class='cython code score-0 '>        __pyx_t_13 = ((__pyx_f_46_cython_magic_2d6248e2a8b34a7fee22dd6092c7b4a6_abs2(__pyx_v_z, 0) &gt; 4.0) != 0);\n",
       "        if (__pyx_t_13) {\n",
       "/* … */\n",
       "        }\n",
       "      }\n",
       "      __pyx_L8_break:;\n",
       "    }\n",
       "  }\n",
       "</pre><pre class=\"cython line score-0\" onclick=\"(function(s){s.display=s.display==='block'?'none':'block'})(this.nextElementSibling.style)\">+<span class=\"\">23</span>:                     <span class=\"n\">j</span><span class=\"p\">[</span><span class=\"n\">m</span><span class=\"p\">,</span> <span class=\"n\">n</span><span class=\"p\">]</span> <span class=\"o\">=</span> <span class=\"n\">t</span></pre>\n",
       "<pre class='cython code score-0 '>          __pyx_t_14 = __pyx_v_m;\n",
       "          __pyx_t_15 = __pyx_v_n;\n",
       "          *__Pyx_BufPtrStrided2d(__pyx_t_46_cython_magic_2d6248e2a8b34a7fee22dd6092c7b4a6_ITYPE_t *, __pyx_pybuffernd_j.rcbuffer-&gt;pybuffer.buf, __pyx_t_14, __pyx_pybuffernd_j.diminfo[0].strides, __pyx_t_15, __pyx_pybuffernd_j.diminfo[1].strides) = __pyx_v_t;\n",
       "</pre><pre class=\"cython line score-0\" onclick=\"(function(s){s.display=s.display==='block'?'none':'block'})(this.nextElementSibling.style)\">+<span class=\"\">24</span>:                     <span class=\"k\">break</span></pre>\n",
       "<pre class='cython code score-0 '>          goto __pyx_L8_break;\n",
       "</pre></div></body></html>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 108,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "%%cython -a\n",
    "cimport numpy\n",
    "cimport cython\n",
    "\n",
    "ctypedef numpy.int64_t ITYPE_t\n",
    "ctypedef numpy.float64_t FTYPE_t\n",
    "\n",
    "cpdef inline double abs2(double complex z):\n",
    "    return z.real * z.real + z.imag * z.imag\n",
    "\n",
    "@cython.boundscheck(False)\n",
    "@cython.wraparound(False)\n",
    "def cy_julia_fractal(numpy.ndarray[FTYPE_t, ndim=1] z_re, \n",
    "                     numpy.ndarray[FTYPE_t, ndim=1] z_im, \n",
    "                     numpy.ndarray[ITYPE_t, ndim=2] j):\n",
    "    cdef int m, n, t, M = z_re.size, N = z_im.size\n",
    "    cdef double complex z\n",
    "    for m in range(M):\n",
    "        for n in range(N):\n",
    "            z = z_re[m] + 1.0j * z_im[n]\n",
    "            for t in range(256):\n",
    "                z = z ** 2 - 0.05 + 0.68j\n",
    "                if abs2(z) > 4.0:\n",
    "                    j[m, n] = t\n",
    "                    break"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 109,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "N = 1024"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 110,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "j = np.zeros((N, N), dtype=np.int64)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 111,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "z_real = np.linspace(-1.5, 1.5, N)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 112,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "z_imag = np.linspace(-1.5, 1.5, N)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 113,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "120 ms ± 1.53 ms per loop (mean ± std. dev. of 7 runs, 10 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit cy_julia_fractal(z_real, z_imag, j)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 114,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "136 ms ± 5.66 ms per loop (mean ± std. dev. of 7 runs, 10 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit jit_julia_fractal(z_real, z_imag, j)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 115,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "j1 = np.zeros((N, N), dtype=np.int64)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 116,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "cy_julia_fractal(z_real, z_imag, j1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 117,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "j2 = np.zeros((N, N), dtype=np.int64)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 118,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "jit_julia_fractal(z_real, z_imag, j2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 119,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "assert np.allclose(j1, j2)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Calling C function"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 120,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "%%cython\n",
    "\n",
    "cdef extern from \"math.h\":\n",
    "     double acos(double)\n",
    "\n",
    "def cy_acos1(double x):\n",
    "    return acos(x)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 121,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "77.9 ns ± 0.495 ns per loop (mean ± std. dev. of 7 runs, 10000000 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit cy_acos1(0.5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 122,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "%%cython\n",
    "\n",
    "from libc.math cimport acos\n",
    "\n",
    "def cy_acos2(double x):\n",
    "    return acos(x)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 123,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "92.4 ns ± 5.29 ns per loop (mean ± std. dev. of 7 runs, 10000000 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit cy_acos2(0.5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 124,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "from numpy import arccos"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 125,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1.12 µs ± 39.2 ns per loop (mean ± std. dev. of 7 runs, 1000000 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit arccos(0.5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 126,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "from math import acos"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 127,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "95.6 ns ± 0.591 ns per loop (mean ± std. dev. of 7 runs, 10000000 loops each)\n"
     ]
    }
   ],
   "source": [
    "%timeit acos(0.5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 128,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "assert cy_acos1(0.5) == acos(0.5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 129,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "assert cy_acos2(0.5) == acos(0.5)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Versions"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 130,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "%reload_ext version_information"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 131,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table><tr><th>Software</th><th>Version</th></tr><tr><td>Python</td><td>3.6.8 64bit [GCC 4.2.1 Compatible Clang 4.0.1 (tags/RELEASE_401/final)]</td></tr><tr><td>IPython</td><td>7.5.0</td></tr><tr><td>OS</td><td>Darwin 18.5.0 x86_64 i386 64bit</td></tr><tr><td>numpy</td><td>1.14.3</td></tr><tr><td>cython</td><td>0.29.7</td></tr><tr><td>numba</td><td>0.43.1</td></tr><tr><td>matplotlib</td><td>3.0.3</td></tr><tr><td colspan='2'>Mon May 06 22:35:03 2019 JST</td></tr></table>"
      ],
      "text/latex": [
       "\\begin{tabular}{|l|l|}\\hline\n",
       "{\\bf Software} & {\\bf Version} \\\\ \\hline\\hline\n",
       "Python & 3.6.8 64bit [GCC 4.2.1 Compatible Clang 4.0.1 (tags/RELEASE\\_401/final)] \\\\ \\hline\n",
       "IPython & 7.5.0 \\\\ \\hline\n",
       "OS & Darwin 18.5.0 x86\\_64 i386 64bit \\\\ \\hline\n",
       "numpy & 1.14.3 \\\\ \\hline\n",
       "cython & 0.29.7 \\\\ \\hline\n",
       "numba & 0.43.1 \\\\ \\hline\n",
       "matplotlib & 3.0.3 \\\\ \\hline\n",
       "\\hline \\multicolumn{2}{|l|}{Mon May 06 22:35:03 2019 JST} \\\\ \\hline\n",
       "\\end{tabular}\n"
      ],
      "text/plain": [
       "Software versions\n",
       "Python 3.6.8 64bit [GCC 4.2.1 Compatible Clang 4.0.1 (tags/RELEASE_401/final)]\n",
       "IPython 7.5.0\n",
       "OS Darwin 18.5.0 x86_64 i386 64bit\n",
       "numpy 1.14.3\n",
       "cython 0.29.7\n",
       "numba 0.43.1\n",
       "matplotlib 3.0.3\n",
       "Mon May 06 22:35:03 2019 JST"
      ]
     },
     "execution_count": 131,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "%version_information numpy, cython, numba, matplotlib"
   ]
  }
 ],
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